Find the exponential model $y = a e ^ { b x }$ that fits the points shown in the graph when $A = ( 0,3 )$ and $B = ( - 3,24 )$. Round parameters to the nearest thousandth.

A) $y = - 3 e ^ { 0.693 x }$
B) $y = - 0.693 e ^ { - 3 x }$
C) $y = 3 e ^ { - 0.693 x }$
D) $y = 3 e ^ { 0.693 x }$
E) $y = - 0.693 e ^ { 3 x }$

Question

Find the exponential model $y = a e ^ { b x }$ that fits the points shown in the graph when $A = ( 0,3 )$ and $B = ( - 3,24 )$. Round parameters to the nearest thousandth.

A) $y = - 3 e ^ { 0.693 x }$ 
B) $y = - 0.693 e ^ { - 3 x }$ 
C) $y = 3 e ^ { - 0.693 x }$ 
D) $y = 3 e ^ { 0.693 x }$ 
E) $y = - 0.693 e ^ { 3 x }$

Quizplus · Accepted Answer

The Answer of Find the exponential model $y = a e ^ { b x }$ that fits the points shown in the graph when $A = ( 0,3 )$ and $B = ( - 3,24 )$. Round parameters to the nearest thousandth.

A) $y = - 3 e ^ { 0.693 x }$ 
B) $y = - 0.693 e ^ { - 3 x }$ 
C) $y = 3 e ^ { - 0.693 x }$ 
D) $y = 3 e ^ { 0.693 x }$ 
E) $y = - 0.693 e ^ { 3 x }$

Find the Exponential Model y=aebxy = a e ^ { b x }y=aebx

Find the Exponential Model $y = a e ^ { b x }$